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https://math.answers.com/other-math/Form_8_equilateral_triangles_with_12_matchsticks

Form 8 equilateral triangles with 12 matchsticks? - Answers

Think about 3-D shapes.Eight equilateral triangles would form two square based pyramids stuck together.Count all the lines of the shape.It will have twelve lines which would be enough lines for twelve matchsticks.



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Form 8 equilateral triangles with 12 matchsticks? - Answers

https://math.answers.com/other-math/Form_8_equilateral_triangles_with_12_matchsticks

Think about 3-D shapes.Eight equilateral triangles would form two square based pyramids stuck together.Count all the lines of the shape.It will have twelve lines which would be enough lines for twelve matchsticks.



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https://math.answers.com/other-math/Form_8_equilateral_triangles_with_12_matchsticks

Form 8 equilateral triangles with 12 matchsticks? - Answers

Think about 3-D shapes.Eight equilateral triangles would form two square based pyramids stuck together.Count all the lines of the shape.It will have twelve lines which would be enough lines for twelve matchsticks.

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      Think about 3-D shapes.Eight equilateral triangles would form two square based pyramids stuck together.Count all the lines of the shape.It will have twelve lines which would be enough lines for twelve matchsticks.

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